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Mathematical Oddity by Daryl - Trick

The magician asserts that there is a fascinating and inexplicable mathematical oddity that takes place when a deck of cards is thoroughly shuffled and divided into two packets. When each packet is cut to a random card, both cards will always be the same suit, and the first card will always be HALF the value of the second. However, when this claim is demonstrated, the second randomly cut card proves to be the seven of spades. It appears obvious that the magician's claim is untrue because in order for it to be successful, the first cut card would have to be a three and a half.


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